SOLUTION: The function Upper N(t)= 40,000/1 +30e ^-2.5t describes the number of people, N(t), who become ill with a virus t weeks after its initial outbreak in a town with 40,000 inhabitants

Algebra ->  Functions -> SOLUTION: The function Upper N(t)= 40,000/1 +30e ^-2.5t describes the number of people, N(t), who become ill with a virus t weeks after its initial outbreak in a town with 40,000 inhabitants      Log On


   



Question 1129507: The function Upper N(t)= 40,000/1 +30e ^-2.5t describes the number of people, N(t), who become ill with a virus t weeks after its initial outbreak in a town with 40,000 inhabitants. The horizontal asymptote in the graph indicates that there is a limit to the epidemic's growth. Complete parts (a) through​ (c) below.
a. How many people became ill with the virus when the epidemic​ began? (When the epidemic​ began, t=0.)
When the epidemic​ began, approximately________people were ill with the virus.
​(Round to the nearest person as​ needed.)

ASAP please and thank you in advance

Answer by Boreal(15235) About Me  (Show Source):
You can put this solution on YOUR website!
At the beginning, t is 0, so the denominator is 1+30(1) or 31
the number of people ill at t=0 is 40000/31=1290.